Will the tenth Dedekind number be known by 2040?
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The nth Dedekind number is the number of monotonic Boolean functions on n variables, i.e. functions that take in n Boolean variables (which can only take on values of 0 or 1, or some equivalent representation), output one Boolean variable and are non-decreasing in each variable.
Currently, D(0) through D(9) are known, with the ninth one just being discovered this year. Will D(10) be known before 2040?
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